The application d is not one to One: indeed, if T1 is a generic triangle, then there
exist two triangles To such that p(T) = T1. 2. The triangle T1 is said to be the circum-medial triangle associated to To (see 5 p. 162-163). Definition 33. 1. For
all ...

This proves Corollary 7 (Altitudes theorem). The altitude lines of triangle AABC
meet at a point H . H is called the orthocenteri of AABC. It's shown in figure 5.1.6.
Corollary 8. The circum center of a triangle is the orthocenter of its medial triangle
.

229 centrally symmetric figure, 511-512 centroid, 292, 294 296 a triangle and its medial triangle have the same. ... 301 of a triangle is the orthocenter of the medialtriangle, 301 circumcircle, 293 circumference arbitrarily large relative to ...

Construct a triangle, given, 1st, two angles and the sum of two sides ; 2d, two
angles and the perimeter. 96. Construct a triangle, given, 1st. Two sides and one medial line 2d. One side and two medial lines ; 3d. The three medial lines.

Construct a triangle, given, 1st, two angles and the sum of two sides ; 2d, two
angles and the perimeter. 96. Construct a triangle, given, 1st. Two sides and one medial line 2d. One side and two medial lines ; 3d. The three medial lines.

Take C the centre of the circle ; and, ] . to inscribe an equilateral triangle : from A,
any point of the circumference, with the radius A C, describe a circle cutting the
given circle ... To inscribe a regular pentagon : divide the radius C D medially (II.

... the ACP, the AL of the ICA is exposed from the proximal ring (PR) to the distal
ring (DR) in the antero-medial triangle [11]. ... In cases where a large part of the circumference of the ICA is involved in the orifice of the aneurysm, the lesion fills
...